## How do you solve odes?

Solution: We multiply both sides of the ODE by dx, divide both sides by y2, and integrate: ∫y−2dy=∫7x3dx−y−1=74×4+Cy=−174×4+C. The general solution is y(x)=−174×4+C. Verify the solution: dydx=ddx(−174×4+C)=7×3(74×4+C)2. Given our solution for y, we know that y(x)2=(−174×4+C)2=1(74×4+C)2.

First you have to sign up for Wolfram Programming Cloud. There are multiple tiers however the “Free” tier works for this method. You can sign up here. After signing up you will be greeted with this screen, select “Create a New Notebook”.

How do you solve an ode with Wolfram|Alpha?

Let’s look at the simple ODE y ‘ ( x) = y ( x). We see Wolfram|Alpha classifies the ODE, solves it, and provides a family of plots. Notice how four methods are provided with the Step-by-step solution.

### Does Wolfram|Alpha offer ODE-solving monkeys?

As the winter term kicks into gear, you might start hoping you had an ODE-solving pet monkey as the math and physics problem sets start piling up. Now, we do not offer ODE-solving primates at the moment, but we can help you with your differential equations problem sets. Wolfram|Alpha can solve a plethora of ODEs, each using multiple methods.

### How do you find the Ode of a differential equation?

For small angles, we can approximate this ODE by y ” ( t) + y ( t) = 0. The coverage of differential equations Wolfram|Alpha provides goes much deeper. Given a function, we can calculate an ODE such that the given function is a solution: Learn about a named ODE: Solve a higher-order differential equation: Solve an ODE with differential notation:

What can Wolfram|Alpha do for You?

Wolfram|Alpha can solve many problems under this important branch of mathematics, including solving ODEs, finding an ODE a function satisfies and solving an ODE using a slew of numerical methods. Solve an ODE or find an ODE a function satisfies.